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Global sensitivity analysis using derivative-based sparse Poincaré
  chaos expansions
v1v2v3v4v5v6v7 (latest)

Global sensitivity analysis using derivative-based sparse Poincaré chaos expansions

1 July 2021
Nora Lüthen
O. Roustant
Fabrice Gamboa
Bertrand Iooss
S. Marelli
Bruno Sudret
ArXiv (abs)PDFHTML

Papers citing "Global sensitivity analysis using derivative-based sparse Poincaré chaos expansions"

3 / 3 papers shown
Title
On one dimensional weighted Poincare inequalities for Global Sensitivity
  Analysis
On one dimensional weighted Poincare inequalities for Global Sensitivity Analysis
David Heredia
Aldéric Joulin
Olivier Roustant
101
1
0
06 Dec 2024
Bayesian quadrature for $H^1(μ)$ with Poincaré inequality on a
  compact interval
Bayesian quadrature for H1(μ)H^1(μ)H1(μ) with Poincaré inequality on a compact interval
O. Roustant
Nora Lüthen
Fabrice Gamboa
40
0
0
29 Jul 2022
A spectral surrogate model for stochastic simulators computed from
  trajectory samples
A spectral surrogate model for stochastic simulators computed from trajectory samples
Nora Lüthen
S. Marelli
Bruno Sudret
32
18
0
12 Jul 2022
1